Linear Integral Equations, Volume 82

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Springer Science & Business Media, Apr 1, 1999 - Mathematics - 365 pages
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The result of the author's fascination with the mathematical beauty of integral equations, this book combines theory, applications, and numerical methods, and covers each of these fields with the same weight. In order to make the book accessible to mathematicians, physicists, and engineers alike, the author has made it as self-contained as possible, requiring only a solid foundation in differential and integral calculus. The functional analysis which is necessary for an adequate treatment of the theory and the numerical solution of integral equations is developed within the book itself. Problems are included at the end of each chapter.
  

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Contents

III
1
IV
2
V
5
VI
6
VII
9
VIII
11
IX
13
X
15
LV
175
LVI
177
LVII
178
LVIII
179
LIX
182
LX
187
LXI
192
LXII
195

XI
17
XII
18
XIII
20
XIV
27
XV
28
XVI
34
XVII
36
XVIII
38
XIX
39
XX
41
XXI
45
XXII
50
XXIII
53
XXIV
55
XXV
57
XXVI
62
XXVII
66
XXVIII
67
XXIX
74
XXX
78
XXXI
82
XXXII
87
XXXIII
92
XXXIV
94
XXXV
97
XXXVI
105
XXXVII
107
XXXVIII
115
XXXIX
120
XL
124
XLI
125
XLII
135
XLIII
142
XLIV
151
XLV
152
XLVI
155
XLVII
160
XLVIII
162
XLIX
163
L
164
LI
165
LII
167
LIII
168
LIV
170
LXIII
197
LXIV
198
LXV
201
LXVI
206
LXVII
213
LXVIII
216
LXIX
218
LXX
223
LXXI
225
LXXII
232
LXXIII
240
LXXIV
245
LXXV
247
LXXVI
248
LXXVII
251
LXXVIII
255
LXXIX
260
LXXX
264
LXXXI
265
LXXXII
269
LXXXIII
271
LXXXIV
277
LXXXV
281
LXXXVI
289
LXXXVII
290
LXXXVIII
291
LXXXIX
292
XC
298
XCI
301
XCII
307
XCIII
308
XCIV
313
XCV
315
XCVI
317
XCVII
318
XCVIII
320
XCIX
328
C
333
CI
341
CII
345
CIII
347
CIV
361
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About the author (1999)

Kress, Universitat, Gottingen, Germany

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